,This question can be solved using a principle called
[tex]\begin{gathered} \text{BODMAS} \\ B=\text{BRACKET} \\ O=OF(\times) \\ D=\text{DIVISION(}\frac{\square}{\square}) \\ M=\text{MULTIPLICATION}(\times \\ A=\text{ADDITION}(+ \\ S=\text{SUBTRACTION}(- \end{gathered}[/tex]The expression given in the question is
[tex]8\times6+\frac{(12-4}{2})[/tex]From the above principle, we will solve the bracket first, followed by the division sign the followed by the multiplication sign and then finally the addition sign
[tex]\begin{gathered} 8\times6+\frac{(12-4)}{2} \\ =8\times6+\frac{8}{2}(\text{bracket) (12-4=8)} \\ =8\times6+4(\text{division) (8/2 =4)} \\ =48+4(multiplication\text{) (8}\times6=48) \\ =52(\text{addition)}(48+4=52) \end{gathered}[/tex]Therefore,
The final answer to the above expression is = 52
The correct answer is OPTION A
